New PDF release: MOS Switched-Capacitor and Continuous-Time Integrated

By Prof. Dr.-Ing. Rolf Unbehauen, Dr.-Ing. Andrzej Cichocki (auth.)

ISBN-10: 3642836771

ISBN-13: 9783642836770

ISBN-10: 3642836798

ISBN-13: 9783642836794

The objective of this ebook is to offer research and layout ideas, methods and strategies of analog built-in circuits that are to be carried out in MOS (metal oxide semiconductor) know-how. MOS expertise is turning into dominant within the recognition of electronic structures, and its use for analog circuits opens new pos sibilities for the layout of complicated combined analog/digital VLSI (very huge scale in tegration) chips. even if we're focusing recognition during this booklet largely on circuits and platforms which are applied in CMOS know-how, many con siderations and constructions are of a common nature and will be tailored to different promising and rising applied sciences, specifically GaAs (Gallium Arsenide) and BI MOS (bipolar MOS, i. e. circuits which mix either bipolar and CMOS units) know-how. in addition, the various buildings and circuits defined during this booklet is additionally helpful with no integration. during this ebook we describe huge periods of analog built-in circuits: • switched capacitor (SC) networks, • continuous-time CMOS (unswitched) circuits. SC networks are sampled-data structures during which electrical fees are transferred from one element to a different at common discrete durations of time and hence the sign samples are saved and processed. different circuits belonging to this type of sampled-data structures are cost move units (CTD) and cost coupled dev ices (CCD). unlike SC circuits, continuous-time CMOS circuits function continually in time. they are often regarded as subcircuits or construction blocks (e. g.

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Extra resources for MOS Switched-Capacitor and Continuous-Time Integrated Circuits and Systems: Analysis and Design

Sample text

As an illustration Fig. 7 shows the graphical representation of sampled-data systems described by flrst and N -th-order difference equations. A somewhat different but corresponding graphical representation of a system is provided by the signal-flow graph. Signal-flow graphs and block-diagrams are very closely related and serve essentially the same purpose (cf. Fig. 8) of graphical representation of systems. However, the signal-flow graph representation provides more elegant techniques for manipulating and reducing graphs than the block-diagram description, although it is true that these techniques can also be applied to block-diagrams.

Generally speaking, the one- and two-sided z -transforms differ in areas of application and regions of convergence. When dealing with spectra we usually use the twosided z-transform and when dealing with time-domain responses we use the onesided z -transform. In the latter case we usually assume that the signal starts at n = 0. This simplifies many considerations and in most cases corresponds to actual situations. Properties We can derive a number of useful properties of the z -transform [1, 3].

The DFf can effectively be computed by Fast Fourier Transform (FFf) algorithms, which were developed by Cooley and Tuckey in 1965 and subsequently improved and refined by other researchers. 4 The Relationship Between Time-Continuous Sampled and Discrete-Time Signals in the Frequency- and Time-Domain In order to thoroughly understand the operation of sampled-data systems, it is necessary to determine the influence of the sampling frequency CJs = 27T/T on the frequency spectra of the sampled signals, to compare them with the frequency spectra of the corresponding analog signals and also to investigate how they are related to the original analog signal.

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